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## Comments

Both \(F: C \to D\) and \(G: C \to D\) can map the left point to the left point, and the right point to the right point. But they can differ by having \(F\) map the one morphism in \(C\) to the top morphism in \(D\) and having \(G\) map the one morphism in \(C\) to the bottom morphism in \(D\).

`Both \\(F: C \to D\\) and \\(G: C \to D\\) can map the left point to the left point, and the right point to the right point. But they can differ by having \\(F\\) map the one morphism in \\(C\\) to the top morphism in \\(D\\) and having \\(G\\) map the one morphism in \\(C\\) to the bottom morphism in \\(D\\).`